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Revisiting Graph Based Collaborative Filtering: A Linear Residual Graph Convolutional Network Approach

AAAI 2020 · Graph learning › GNN architectures · approach: Deep graph convolution and simplification · 637 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
combine linear embedding propagation with residual preference predictionLR-GCCF · Amazon BooksHR@20: 0.03244 -> 0.03407Helped
combine linear embedding propagation with residual preference predictionLR-GCCF · GowallaHR@20: 0.1403 -> 0.1518Helped
replace nonlinear transformations with linear embedding propagation (ablation)GC-MC · Amazon BooksHR@20: 0.03196 -> 0.03248Helped
replace nonlinear transformations with linear embedding propagation (ablation)GC-MC · GowallaHR@20: 0.1388 -> 0.1399Helped
add residual preference learning (ablation)linear GCCF · Amazon BooksHR@20: 0.03200 -> 0.03407Helped
add residual preference learning (ablation)linear GCCF · GowallaHR@20: 0.1412 -> 0.1518Helped
add residual preference prediction (ablation)GC-MC · Amazon BooksHR@20: 0.03196 -> 0.03084Hurt
increase propagation depth from K=0 to K=1 (ablation)LR-GCCF · Amazon BooksHR@20: 0.0285 -> 0.0317Helped
increase propagation depth from K=0 to K=1 (ablation)LR-GCCF · GowallaHR@20: 0.1378 -> 0.1504Helped
increase propagation depth beyond K=3 (ablation)LR-GCCF · GowallaHR@20: 0.1518 -> 0.1494Hurt

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